{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Catadioptric Microscope"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "from optiland import materials, optic, physical_apertures"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "class UVReflectingMicroscope(optic.Optic):\n",
    "    \"\"\"53x UV Reflecting Objective\n",
    "\n",
    "    Milton Laikin, Lens Design, 4th ed., CRC Press, 2007, p. 139\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "\n",
    "        silica = materials.IdealMaterial(n=1.4980)\n",
    "        CaF2 = materials.IdealMaterial(n=1.4610)\n",
    "\n",
    "        self.add_surface(index=0, radius=np.inf, thickness=np.inf)\n",
    "        self.add_surface(index=1, radius=1.72300, thickness=0.0350, material=silica)\n",
    "        self.add_surface(index=2, radius=2.90631, thickness=0.9731)\n",
    "        self.add_surface(\n",
    "            index=3,\n",
    "            radius=0.17783,\n",
    "            thickness=-0.4995,\n",
    "            material=\"mirror\",\n",
    "            is_stop=True,\n",
    "        )\n",
    "\n",
    "        obscuration = physical_apertures.RadialAperture(r_max=np.inf, r_min=0.15)\n",
    "        self.add_surface(\n",
    "            index=4,\n",
    "            radius=0.72913,\n",
    "            thickness=0.5776,\n",
    "            material=\"mirror\",\n",
    "            aperture=obscuration,\n",
    "        )\n",
    "\n",
    "        self.add_surface(index=5, radius=2.66996, thickness=0.0427, material=CaF2)\n",
    "        self.add_surface(index=6, radius=0.48467, thickness=0.005)\n",
    "        self.add_surface(index=7, radius=0.23767, thickness=0.1861, material=CaF2)\n",
    "        self.add_surface(index=8, radius=8.64894, thickness=0.005)\n",
    "        self.add_surface(index=9, radius=7.25758, thickness=0.0588, material=silica)\n",
    "        self.add_surface(index=10, radius=0.44435, thickness=0.0771)\n",
    "        self.add_surface(index=11, thickness=0.0071, material=silica)\n",
    "        self.add_surface(index=12)\n",
    "\n",
    "        self.set_aperture(aperture_type=\"imageFNO\", value=0.7)\n",
    "\n",
    "        self.set_field_type(field_type=\"angle\")\n",
    "        self.add_field(y=0)\n",
    "        self.add_field(y=2.8)\n",
    "        self.add_field(y=4)\n",
    "\n",
    "        self.add_wavelength(value=0.27, is_primary=True)\n",
    "\n",
    "        self.update_paraxial()\n",
    "\n",
    "        # scale from inches to mm\n",
    "        self.scale_system(25.4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lens = UVReflectingMicroscope()\n",
    "lens.draw()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
